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Article title RESEARCH OF STEADINESS OF FINITE-DIFFERENCE SCHEMES FOR KHOKHLOV – ZABOLOTSKAYA – KUZNETSOV EQUATION
Authors T.A. Chistyakova
Section SECTION I. THEORETICAL ASPECTS OF THE MATHEMATICAL MODELING
Month, Year 06, 2010 @en
Index UDC 534.22
DOI
Abstract Building of steady finite-difference model for Khokhlov – Zabolotskaya – Kuznetsov equation is considered in this work. Schemes of decomposition on physical processes were used for building of discrete model. This method provide steadiness of model.

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Keywords A sound beam; steadiness; convergence property; decomposition on physical processes.
References 1. Чистякова Т.А. Дискретная конечно-разностная модель распространения волновых пучков, описываемая квазилинейным уравнением параболического типа // Известия ЮФУ. Технические науки. – 2009. – № 8 (97). – C. 118-129.
2. Самарский А.А. Теория разностных схем. – М.: Наука, 1989.

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